摘要
讨论了空间解析几何中"向量代数"内容的处理方法,给出了从向量的代数形式到几何形式的具体处理方法,这种方法较传统方法更为简洁易懂,便于将二维与三维几何向量推广到n维向量,有利于大学数学与中学数学的衔接.对大学数学教学与教材改革都具有积极的意义.
This paper discusses the processing methods of ＂vector algebra＂ content in the space analytic geometry,gives the concrete treatment method of vector algebra form to geometry form.This method compared with the traditional method is more simple and easy to understand,easy to generalize two-dimensional and three-dimensional geometric vector to n-dimension vector.It is of benefit to link up the university mathematics and school mathematics,has positive significance to the university mathematical teaching reform and teaching material reform.
出处
《大学数学》
2015年第1期59-61,共3页
College Mathematics
关键词
空间解析几何
向量代数
几何形式
代数形式
space analytic geometry
vector algebra
geometry form
algebra form
